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Common Fixed Point Theorems in Intuitionistic Menger Spaces |
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PP: 37-41 |
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doi:10.18576/sjm/070203
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Author(s) |
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Rajvir Kaur,
Tejwant Singh,
Saurabh Manro,
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Abstract |
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| The present paper aims to prove some new common fixed point theorems in intutionistic Menger metric spaces. While proving our results, we utilize the idea of compatibility due to Jungck [1] together with conditionally reciprocal continuity due to R. P. Pant and R. K. Bisht [2]. Our results substantially generalize and improve a multitude of relevant common fixed point theorems of the existing literature in metric as well as intutionistic menger metric spaces.
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